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The smallest subgroup of individuals having the most informative regular genotypes are efficiently determined by the minimum tree intersection algorithm.
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So far, the minimum tree is restored successfully.
Among all possible trees, the minimum tree is the one with the minimum height Hmin possible and the minimum number of nodes Mmin.
The topology with the minimum tree length is known as the Maximum Parsimony tree.
Minimum spanning tree algorithms and Steiner tree heuristics are used to deal with this problem.
Additional trees were built, using alternate phylogenetic methods (neighbour-joining trees under various models of evolution, minimum evolution trees and maximum parsimony trees) to verify the observed phylogeny.
The generalized minimum spanning tree problem consists of designing a minimum cost tree spanning several clusters.
Minimum spanning tree algorithm was used to construct a minimum spanning tree (MST) to determine phylogenetic pattern.
minimum spanning tree.
Fig. 9 Minimum spanning tree (MST) of the network stations.
Regions are iteratively merged based on minimum spanning tree technique.
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